代码搜索：Input
找到约 10,000 项符合「Input」的源代码
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www.eeworm.com/read/381764/9072431
bak fir_input.asm.bak
;FIR bandpass Filter input, A/D 14-bit
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www.eeworm.com/read/184529/9096074
c channel_real_input.c
/*
| Project: WCDMA simulation environment
| Module:
| Author: Maarit Melvasalo
| Date: February 1999
|
| History:
| March 18, 1999 Maarit Melvasalo
|
www.eeworm.com/read/282288/9105712
input-softening-bar1
/*
* =======================================================================
* Compute force-displacement relationship for a material softening bar.
*
* -- One element remains elastic.
*
www.eeworm.com/read/282288/9105716
input-algo-han-powell
/*
* ================================================================
* Example Problem 1:
*
* minmize f(x) = (x1 -x2)^2 + (x2+x3-2)^2 + (x4-1)^2 + (x5 -1)^2
www.eeworm.com/read/282288/9105722
input-softening-bar2
/*
* =======================================================================
* Compute force-displacement relationship for a material softening bar.
*
* -- One element remains elastic.
*
www.eeworm.com/read/282288/9105773
input-base-isolator1
/*
* ==========================================================================
* Force-displacement analysis for one lead-rubber isolator modeled with
* FIBER_2D element having four lead fibers
www.eeworm.com/read/282288/9105789
input-base-isolator2
/*
* ==========================================================================
* Force-displacement analysis for one lead-rubber isolator modeled with
* FRAME_3DS element having four lead fiber
www.eeworm.com/read/282288/9105798
input-finite-square-plate
/* -------------------------------------------------------------- */
/* S.S. Square plate with concentrated load at the center 2X2 */
/* May, 26, 1994
www.eeworm.com/read/282288/9105845
input-algo-modal-analysis
/* [a] : Parameters for Modal Analysis and embedded Newmark Integration */
no_eigen = 2;
dt = 0.03 sec;
nsteps = 200;
beta = 0.25;
gamma = 0.50;
/* [b] : Form Mass and
www.eeworm.com/read/282286/9106095
input-algo-han-powell
/*
* ================================================================
* Example Problem 1:
*
* minmize f(x) = (x1 -x2)^2 + (x2+x3-2)^2 + (x4-1)^2 + (x5 -1)^2